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Two ships leave port at the same time. Ship A sails north at a speed of 30 mph while ship...
Two ships leave port at the same time. Ship A sails north at a speed of 30 mph while ship B sails east at a speed of 55 mph.
(a) Find an expression in terms of the time t (in hours) giving the distance between two ships.
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| Data: | x | ||||
| Speed of ship A | xxx | xxxx | |||
| Speed xx xxxx x | x55 | mph | |||
| 30 | t | xx | |||
| b | xx | t | xx | ||
| xxxxxxxxx | |||||
| In general speed = distance x time xxx | |||||
| xxxxxxxxxx distance covered xx xxxxx direction = xxx | |||||
| xxx distance covered xx xxxx direction = 55t | |||||
| We xxx xxxx the distance xxxxxxx point a and c by xxxxx xxxxxxxxxx xxxxxx | |||||
| Hypotneuse(h)2 x xxxxxxxx + perpendicular (p)2 | |||||
| xxxxxxxx xxxxxxx A and x = xx | x= xxxx x xxxx | ||||
| xxx | xxxx | xxx | xx | xxxxx | xxx |
| xx = | xxxx | x | h2 | ||
| x x | SQRT(3925 x xxx |
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